Add to ORKGIn this paper, we consider an epidemic model of Ebola disease which is deadly in its transmission. Local stability analysis of the model equilibria was investigated. We computed the basic reproduction number 〖 R〗_0 using the next generation method. The threshold parameter R_0 was found to be dependent on several hosts of model parameters in determining the stability of an invading epidemic into the population. We have numerically described the model trajectories using Matlab. KEYWORDS: Basic Reproduction number, Ebola virus, Next-generation matrix, Local stability analysis
Abstract: This research studies mathematical model for the dynamics of Ebola virus disease incorpora...
In this paper, we formulated a mathematical model of the dynamics of Ebola virus infection incorpora...
Background: Ebola Virus Disease (EVD) has brought the human population, especially the West African ...
The dynamics of Ebola can best be understood using a mathematical model that determines its dynamics...
In this paper, a non-linear mathematical model of the Ebola virus disease with detection rate is pro...
In this paper we develop a deterministic compartmental mathematical model for the spread of the Ebol...
Ebola Virus Disease (EVD) is an infectious disease with a high mortality rate which is caused by the...
Previous models of Ebola epidemic growth in the affected populations of West Africa such as found in...
A four (4) compartmental model of (S, E, I , I ) were presented to have better understanding of para...
Background: Ebola Virus Disease (EVD) has brought the human population, especially the West African ...
Ebola virus disease is transmitted from human to human through physi- cal contact of body uid of inf...
AbstractObjectivesThis study aims to create a mathematical model to better understand the spread of ...
AbstractIn this paper we have developed a transmission model for Ebola virus, which causes acute vir...
This study considers a deterministic model of Ebola Virus Disease (EVD) incorporating contact tracin...
Background: Ebola Virus causes disease both in human and non-human primates especially in developing...
Abstract: This research studies mathematical model for the dynamics of Ebola virus disease incorpora...
In this paper, we formulated a mathematical model of the dynamics of Ebola virus infection incorpora...
Background: Ebola Virus Disease (EVD) has brought the human population, especially the West African ...
The dynamics of Ebola can best be understood using a mathematical model that determines its dynamics...
In this paper, a non-linear mathematical model of the Ebola virus disease with detection rate is pro...
In this paper we develop a deterministic compartmental mathematical model for the spread of the Ebol...
Ebola Virus Disease (EVD) is an infectious disease with a high mortality rate which is caused by the...
Previous models of Ebola epidemic growth in the affected populations of West Africa such as found in...
A four (4) compartmental model of (S, E, I , I ) were presented to have better understanding of para...
Background: Ebola Virus Disease (EVD) has brought the human population, especially the West African ...
Ebola virus disease is transmitted from human to human through physi- cal contact of body uid of inf...
AbstractObjectivesThis study aims to create a mathematical model to better understand the spread of ...
AbstractIn this paper we have developed a transmission model for Ebola virus, which causes acute vir...
This study considers a deterministic model of Ebola Virus Disease (EVD) incorporating contact tracin...
Background: Ebola Virus causes disease both in human and non-human primates especially in developing...
Abstract: This research studies mathematical model for the dynamics of Ebola virus disease incorpora...
In this paper, we formulated a mathematical model of the dynamics of Ebola virus infection incorpora...
Background: Ebola Virus Disease (EVD) has brought the human population, especially the West African ...
